Entry Li:2011:SNL from ela.bib
Last update: Tue Apr 10 10:05:59 MDT 2018
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BibTeX entry
@Article{Li:2011:SNL,
author = "Yaotang Li and Xin Liu and Xiaoying Yang and Chaoqian
Li",
title = "Some new lower bounds for the minimum eigenvalue of
the {Hadamard} product of an {$M$}-matrix and its
inverse",
journal = j-ELECTRON-J-LINEAR-ALGEBRA,
volume = "22",
number = "1",
pages = "630--643",
year = "2011",
CODEN = "????",
ISSN = "1081-3810 (print), 1537-9582 (electronic)",
ISSN-L = "1081-3810",
MRclass = "15A18 (15A42 15B48)",
MRnumber = "2817802 (2012e:15022)",
bibdate = "Tue Sep 16 07:27:44 MDT 2014",
bibsource = "http://www.math.utah.edu/pub/tex/bib/ela.bib",
URL = "http://repository.uwyo.edu/ela/vol22/iss1/41",
acknowledgement = ack-nhfb,
ajournal = "Electron. J. Linear Algebra",
fjournal = "Electronic Journal of Linear Algebra",
journal-URL = "http://repository.uwyo.edu/ela/",
}
Related entries
- $M$,
3(1)129,
7(1)53,
12(1)64,
13(1)162,
15(1)314,
16(1)380,
18(1)339,
20(1)291,
22(1)644,
23(1)287,
23(1)457,
24(1)152,
24(1)237
- 15A42,
3(1)142,
5(1)1,
9(1)158,
10(1)31,
10(1)212,
11(1)66,
15(1)215,
15(1)239,
16(1)1,
17(1)487,
18(1)438,
20(1)291,
20(1)303,
20(1)367,
21(1)3,
21(1)98,
22(1)443,
22(1)466,
22(1)1179,
23(1)287,
23(1)327,
23(1)669,
25(1)48,
26(1)90,
26(1)121,
26(1)168,
26(1)781,
27(1)162,
27(1)237,
27(1)354
- 15B48,
17(1)532,
18(1)69,
18(1)176,
18(1)211,
18(1)339,
18(1)462,
18(1)735,
19(1)90,
19(1)98,
19(1)129,
20(1)90,
20(1)136,
20(1)241,
20(1)291,
20(1)419,
20(1)595,
20(1)621,
20(1)673,
20(1)717,
20(1)723,
20(1)739,
21(1)12,
21(1)76,
22(1)125,
22(1)214,
22(1)443,
22(1)644,
22(1)875,
22(1)1020,
23(1)1,
23(1)79,
23(1)198,
23(1)212,
23(1)287,
23(1)422,
23(1)625,
23(1)966,
24(1)83,
25(1)60,
26(1)63,
26(1)177,
26(1)345,
26(1)357,
26(1)754,
27(1)426,
27(1)683
- bound,
3(1)4,
6(1)62,
8(1)94,
10(1)163,
15(1)191,
15(1)269,
16(1)204,
17(1)62,
17(1)487,
17(1)518,
18(1)1,
20(1)90,
20(1)314,
20(1)468,
20(1)730,
21(1)3,
22(1)191,
22(1)443,
22(1)521,
22(1)1179,
23(1)171,
23(1)287,
23(1)664,
24(1)113,
26(1)168,
26(1)192,
26(1)781,
27(1)162,
27(1)237,
30(1)1
- eigenvalue,
3(1)142,
8(1)110,
8(1)128,
9(1)21,
9(1)27,
9(1)270,
10(1)31,
11(1)41,
11(1)103,
12(1)25,
12(1)73,
14(1)12,
15(1)115,
15(1)143,
15(1)215,
15(1)239,
15(1)329,
15(1)337,
16(1)204,
16(1)300,
16(1)315,
17(1)54,
17(1)139,
17(1)234,
17(1)316,
17(1)333,
18(1)64,
18(1)202,
18(1)274,
18(1)420,
18(1)438,
18(1)442,
18(1)784,
18(1)801,
20(1)115,
20(1)158,
20(1)291,
20(1)314,
20(1)468,
20(1)621,
21(1)3,
21(1)25,
21(1)98,
22(1)389,
22(1)729,
22(1)1179,
23(1)287,
23(1)387,
23(1)473,
23(1)508,
23(1)514,
24(1)181,
26(1)168,
26(1)333,
26(1)381,
26(1)520,
26(1)560,
26(1)636,
26(1)656,
26(1)673,
26(1)754,
26(1)781,
27(1)213,
27(1)557,
27(1)611,
27(1)670,
27(1)742,
27(1)892,
27(1)935
- Hadamard,
3(1)4,
6(1)56,
20(1)90,
22(1)214,
22(1)443,
23(1)287,
24(1)66,
27(1)197
- inverse,
3(1)129,
7(1)53,
8(1)83,
9(1)129,
9(1)150,
9(1)270,
10(1)16,
11(1)41,
13(1)131,
13(1)162,
13(1)249,
14(1)12,
15(1)314,
16(1)73,
16(1)208,
16(1)284,
17(1)1,
17(1)118,
17(1)209,
17(1)219,
17(1)333,
17(1)637,
18(1)98,
18(1)117,
18(1)442,
18(1)600,
18(1)613,
18(1)700,
20(1)198,
20(1)226,
20(1)406,
21(1)63,
21(1)85,
22(1)92,
22(1)138,
22(1)389,
22(1)490,
22(1)521,
22(1)539,
22(1)620,
22(1)644,
22(1)694,
22(1)704,
22(1)720,
22(1)729,
22(1)1049,
22(1)1085,
22(1)1129,
22(1)1156,
23(1)11,
23(1)231,
23(1)287,
23(1)445,
23(1)866,
23(1)891,
24(1)237,
26(1)1,
26(1)201,
26(1)231,
26(1)394,
26(1)406,
26(1)656,
27(1)272,
27(1)742
- Li, Chaoqian,
22(1)1168,
27(1)237
- Li, Yaotang,
22(1)1168,
23(1)287,
27(1)237
- Liu, Xin,
26(1)215
- lower,
2(1)9,
17(1)487,
17(1)518,
21(1)3,
22(1)191,
22(1)1179,
23(1)664
- matrix, -,
1(1)59,
9(1)1,
10(1)46,
10(1)257,
12(1)64,
18(1)176,
23(1)287,
24(1)237
- minimum,
13(1)387,
16(1)183,
17(1)110,
18(1)126,
18(1)403,
18(1)530,
20(1)291,
20(1)661,
20(1)691,
22(1)10,
22(1)203,
22(1)363,
22(1)389,
22(1)838,
23(1)137,
23(1)151,
26(1)300,
26(1)345,
26(1)673,
26(1)762,
27(1)100,
27(1)458,
27(1)907
- new,
11(1)78,
17(1)1,
17(1)473,
18(1)289,
20(1)6,
20(1)207,
20(1)314,
20(1)730,
22(1)191,
22(1)598,
22(1)720,
23(1)231,
23(1)287,
23(1)530,
23(1)770,
25(1)72,
27(1)652
- product,
1(1)1,
2(1)1,
3(1)4,
5(1)67,
6(1)56,
7(1)21,
7(1)178,
8(1)60,
9(1)67,
9(1)276,
11(1)103,
11(1)192,
15(1)50,
15(1)84,
15(1)159,
16(1)73,
16(1)237,
16(1)380,
17(1)1,
20(1)90,
22(1)214,
22(1)277,
22(1)443,
22(1)620,
22(1)644,
22(1)694,
22(1)767,
22(1)959,
22(1)1085,
22(1)1106,
23(1)275,
23(1)287,
23(1)356,
23(1)1023,
26(1)215,
27(1)124,
27(1)332,
27(1)716,
27(1)879